「Probability」の共起表現一覧(2語右が「and」)
該当件数 : 33件
In | probability theory and statistics, the poly-Weibull dis |
He was the managing editor of the journal | Probability Theory and Related Fields from 2000-2005, a |
Given: a system (including current | probability distribution) and Mechanism (which specifie |
Later in his life he wrote on | probability theory and mathematical education. |
is research focus was the Potential theory, | Probability theory and Functional analysis |
circular distribution is often a continuous | probability distribution, and hence has a probability d |
, XN have been characterized by appropriate | probability distributions, and the measurement model ha |
ssible to give rigorous proofs for existing | probability results, and he felt that the tools of meas |
The methodology uses multi-stage random | probability sampling and covers fifteen of the eighteen |
cal analysis and well established groups in | Probability theory, and Mathematical statistics. |
He is Associate editor of the Journals | Probability Theory and Related Fields, “NoDea” and “Jou |
ued random variables defined on some common | probability space, and let α ≥ 0. Let Sk denote the par |
ds, the sequence behaves exponentially with | probability one, and σ(β) can be interpreted as its alm |
he mathematics of random systems arising in | probability theory and statistical mechanics, especiall |
exp(−E/kT), we choose configurations with a | probability exp(−E/kT) and weight them evenly. |
The calculation uses the ratio of the | probability value and the frequency of the original ami |
his work, he described the known results in | probability theory and in enumeration, often providing |
3-28) in | Probability, Time, and Space in Eighteenth-century Lite |
He is known for his application of | probability theory and ergodic theory methods to other |
Diego who mainly works on machine learning, | probability theory and related fields and applications. |
1988: | Probability Modeling and Computer Simulation: An Integr |
With respect to | probability judgment and expected-value tasks, risky ch |
owed that working memory was independent of | probability judgment, and later work cashed this out to |
ian who has made important contributions to | probability theory and mathematical physics. |
nting and recently Naive Decision Making on | probability, statistics and game theory. |
ician who made significant contributions to | probability theory and its applications, academician of |
demy, and founder of the Romanian school of | probability theory and statistics. |
The central limit theorem in | probability theory and statistics states that under cer |
unctions, number theory, algebra, geometry, | probability theory and in the fields of mathematical ph |
His 1971 book, | Probability, Statistics, and Decision for Civil Enginee |
In another example of near-total neglect of | probability, Rottenstreich and Hsee (2001) found that t |
he was appointed head of the department of | probability calculation and mathematical statistics at |
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